Abstracts

Vieri BENCI ULTRAFUNCTIONS AND GENERALIZED SOLUTIONS
Jiri Benedikt Proof by Interval Arithmetic
Houssam CHRAYTEH Qualitative properties of eigenvectors related to multivoque operators
Jorge Cossio EXISTENCE OF MULTIPLE SOLUTIONS FOR A NONLINEAR DIRICHLET PROBLEM VIA BIFURCATION
David G. Costa Homoclinic solutions for a class of singular problems
Ionut Danaila Effective Gradient Methods for the Computation of Vortex States in Bose-Einstein Condensates
Pavel Drabek Fredholm Alternative for the p-Laplacian: Bifurcation Approach (1st plenary lecture)
Pavel Drabek Fredholm Alternative for the p-Laplacian: Variational Approach (2nd plenary lecture)
Pavel Drabek The second eigenfunction of the p–Laplacian on the disc is not radial (45 minutes talk in general session)
Carsten Erdmann A Nonlinear Black-Scholes Equation - Existence, uniqueness and implementation
Jacques GIACOMONI (Some) Basic methods for solving quasilinear parabolic equations (an introductory lecture for graduate students and postdocs)
Jacques GIACOMONI An Overview of (recent) results about quasilinear singular elliptic and parabolic problems (advanced lecture)
Jacques GIACOMONI Existence of singular solutions to semilinear critical problems in R² (in the special Session of Singular Problems)
Petr Girg Singular boundary value problems involving p-Laplacian and interval arithmetic
Jean-Pierre Gossez Maximum and antimaximum principles: beyond the first eigenvalue
Christopher Grumiau Lane-Emden problems : asymptotic behavior of low energy nodal solutions.
Jesus Hernandez Positive and compact support solutions for some singular nonlinear elliptic equations with absorption
Arturo Hidalgo Numerical Approximation of Nonlinear Systems based on Advection-Diffusion-Reaction Equations.
Gabriela Holubová The Fucík Spectrum: Asymptotic Behavior
Jerome Goddard II Population models with diffusion, strong Allee effect, and nonlinear boundary conditions
Haydi ISRAEL Well-posedness and long time behavior of a perturbed Cahn-Hilliard system
Huiqiang Jiang On a two phase free boundary problem arising from material science
Parimah Kazemi Convergence of the Levenberg-Marquardt method
Ian Knowles A variational approach for the inverse Black-Scholes problem
Sheldon Lee Random Walks and Continuum Coupling
Nsoki Mavinga Strong Bounded Solutions for Nonlinear Parabolic Equations
Jochen Merker On a variational principle for doubly nonlinear reaction-diffusion equations and blow-up/extinction
Anna Maria Micheletti Some generic properties of nondegeneracy of critical points
OLIMPIO HIROSHI MIYAGAKI Steklov-Neumann eigenvalue problem for a class of elliptic system and applications
J. W. (Monty) Montgomery Necessary and Sufficient Conditions for Mixed PDEs
Petr Nečesal The Fucík spectrum for matrices
Rosa Pardo Localization phenomena in degenerate logistic equation
Bartosz Protas Probing Fundamental Bounds in Hydrodynamics Using Variational Optimization Methods
Dhanya Rajendran Global bifurcation results for exponential type problems in 2 dimension
Robert Renka A Sobolev trust-region method for numerical solution of the Ginzburg-Landau equations
Walter Richardson Compressive Sensing and L-p Descent for Variational Problems
Stephen Robinson On the variational characterization of the Fucik Spectrum: Extending beyond Castro's ßtrip"
Dora Salazar Multiple sign changing solutions of nonlinear elliptic problems in exterior domains
Raffaella Servadei Nonlocal equations of elliptic type: a variational approach
Ratnasingham Shivaji A uniqueness result for a singular nonlinear eigenvalue problem
Peter Takáč I. (Simple) Basic Variational and Topological Methods (an introductory lecture for graduate students and postdocs)
Peter Takáč II. Regular and Singular Systems with the p- and q-Laplacians (an advanced lecture, suitable also for graduate students and postdocs)
Peter Takáč III. Special Solution Methods for Singular Systems(an advanced lecture)
Lourdes TELLO On a parabolic problem with a dynamic and diffusive boundary condition for the coupling surface - deep ocean temperatures involving latent heat.
SWETA TIWARIi On W^{1, p(x)} versus C¹([`(W)]) local minimizers of functionals related to p(x)-Laplacian and it's application